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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    250/(30*sqrt(1+(0.1*30)^2)*sqrt(1+(0.01*30)^2))=4/x
    250/(x*sqrt(1+(0.1+x)^2)*sqrt(1+(0.01x)^2))=1
    2 X + 7- X = 3
    (x-3)^2-9=0
    ((1.01^(x))/(0.99^(x)))=3
    n*(n-1)=72
    6(a-2)^2-12(a-2)=144
    6(a-2)^2-8(a-2)=144
    8(a-1)+4(a-2)-6(a-2)^2=144
    8(a-1)+4(a-2)-6(a-2)(a-2)=144
    30*sqrt(1+(4x)^2)/(x*sqrt(1+(41x)^2)*sqrt(1+(0.1x)^2)*sqrt(1+(0.2x)^2))=1
    90-arctan(0.1*x)-arctan(0.2*x)=46
    250sqrt(1+(0.052x)^2)/(x*sqrt(1+(0.1x)^2)*sqrt(1+(0.01x)^2)*sqrt(1+(0.004x)^2))=1
    250/(x*sqrt(1+(0.1x)^2)*sqrt(1+(0.01x)^2))=1/sqrt(13)
    250/(x*sqrt(1+(0.1x)^2)*sqrt(1+(0.01x)^2))=1
    30/(x*sqrt(1+0.01x^2)*sqrt(1+0.04x^2))=1
    30/(x*sqrt(1+(0.1x)^2)*sqrt(1+(0.2x)^2))=1
    100*sqrt(1+(2.5x)^2)/(x*sqrt(25+x^2)*sqrt(1+(10x)^2))=1
    100*sqrt(1+(24.8x)^2)/(x*sqrt(25+x^2)*sqrt(1+(11.3x)^2))=1
    100*x/(4*sqrt(25+16))=1

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